hoa: use the tgba_digraph interface to save automata
* src/tgbaalgos/hoa.cc: Here. * src/tgbatest/det.test, src/tgbatest/hoaparse.test, src/tgbatest/monitor.test, doc/org/oaut.org: Adjust.
This commit is contained in:
Alexandre Duret-Lutz
parent
892fb11f04
commit
0895f11503
5 changed files with 246 additions and 163 deletions
204
doc/org/oaut.org
204
doc/org/oaut.org
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@ -18,7 +18,7 @@ ltl2tgba --help | sed -n '/Output format:/,/^$/p' | sed '1d;$d'
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#+begin_example
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-8, --utf8 enable UTF-8 characters in output (ignored with
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--lbtt or --spin)
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--dot[=c|h|n|N|t|v] GraphViz's format (default). Add letters to chose
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--dot[=c|h|n|N|s|t|v] GraphViz's format (default). Add letters to chose
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(c) circular nodes, (h) horizontal layout, (v)
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vertical layout, (n) with name, (N) without name,
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(s) with SCCs, (t) always transition-based
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@ -70,36 +70,36 @@ ltl2tgba -H 'a U b' '(Ga -> Gb) W c'
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HOA: v1
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name: "a U b"
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States: 2
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Start: 0
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Start: 1
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AP: 2 "a" "b"
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acc-name: Buchi
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Acceptance: 1 Inf(0)
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properties: trans-labels explicit-labels state-acc deterministic
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--BODY--
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State: 0
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[1] 1
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[0&!1] 0
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State: 1 {0}
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[t] 1
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State: 0 {0}
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[t] 0
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State: 1
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[1] 0
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[0&!1] 1
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--END--
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HOA: v1
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name: "(Gb | F!a) W c"
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States: 5
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Start: 0
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Start: 1
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AP: 3 "b" "a" "c"
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acc-name: Buchi
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Acceptance: 1 Inf(0)
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properties: trans-labels explicit-labels trans-acc
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--BODY--
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State: 0
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[0&1&!2] 1
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[!1&!2] 0 {0}
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[0] 0 {0}
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State: 1
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[0&1&!2] 0
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[!1&!2] 1 {0}
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[1&!2] 2
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[2] 3
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State: 1
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[0] 1 {0}
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State: 2
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[!1&!2] 0 {0}
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[!1&!2] 1 {0}
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[1&!2] 2
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[!1&2] 3
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[1&2] 4
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@ -122,44 +122,142 @@ perl -pe 's/\\\n//g;s/\\/\\\\/g;s/graph G/graph cluster/g'
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#+RESULTS: hoafex
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#+begin_example
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digraph root {
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graph [labelloc=t, rankdir=LR];
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node [label="\\N", shape=circle];
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graph [bb="0,0,441.5,240"];
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graph [bb="0,0,425,231.06",
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labelloc=t,
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lheight=0.21,
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rankdir=LR
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];
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node [label="\\N",
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shape=circle
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];
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subgraph cluster {
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graph [bb="",
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label="(Gb | F!a) W c",
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lp="210,204.3"];
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I [label="", height="0.013889", pos="1.5,52.096", style=invis, width=0];
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1 [label=1, height="0.5", pos="58.5,52.096", width="0.5"];
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0 [label=0, height="0.5", pos="200.5,125.1", width="0.5"];
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2 [label=2, height="0.5", pos="200.5,36.096", width="0.5"];
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3 [label=3, height="0.5", pos="402.5,36.096", width="0.5"];
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4 [label=4, height="0.5", pos="311.5,36.096", width="0.5"];
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I -> 1 [pos="e,40.289,51.899 2.1401,51.899 5.0641,51.899 17.545,51.899 30.02,51.899"];
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1 -> 1 [label="!a & !c\\n{0}", lp="58.5,104.9", pos="e,64.879,68.937 52.121,68.937 50.819,78.757 52.945,87.899 58.5,87.899 61.972,87.899 64.104,84.328 64.898,79.252"];
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1 -> 0 [label="a & b & !c", lp="129.5,122.4", pos="e,182.73,120.16 70.933,64.972 77.488,71.315 85.934,78.673 94.5,83.899 119.36,99.071 150.8,110.38 172.96,117.24"];
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1 -> 2 [label="a & !c", lp="129.5,71.399", pos="e,186.37,47.576 76.161,56.715 97.536,61.72 134.41,67.692 164.5,58.899 169.03,57.576 173.53,55.492 177.73,53.105"];
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1 -> 3 [label=c, lp="254.5,12.399", pos="e,386.31,27.685 67.29,36.084 73.522,26.595 82.839,15.343 94.5,9.8989 110.16,2.587 284.7,0 332.5,8.8989 347.81,11.749 364.08,17.824 377.08,23.491"];
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0 -> 0 [label="b\\n{0}", lp="200.5,177.9", pos="e,209.73,140.44 191.27,140.44 188.67,150.81 191.75,160.9 200.5,160.9 206.24,160.9 209.54,156.56 210.4,150.64"];
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2 -> 1 [label="!a & !c\\n{0}", lp="129.5,37.899", pos="e,70.329,37.864 184.44,27.616 178.36,24.91 171.27,22.254 164.5,20.899 133.99,14.798 123.67,10.072 94.5,20.899 88.556,23.106 82.935,26.783 77.98,30.848"];
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2 -> 2 [label="a & !c", lp="200.5,80.399", pos="e,209.73,51.441 191.27,51.441 188.67,61.808 191.75,71.899 200.5,71.899 206.24,71.899 209.54,67.553 210.4,61.635"];
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2 -> 3 [label="!a & c", lp="311.5,110.4", pos="e,391.52,50.509 213.43,48.678 229.77,63.836 259.52,88.261 290.5,97.899 308.32,103.45 315.05,104.52 332.5,97.899 353.31,90.008 371.91,72.788 384.69,58.494"];
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2 -> 4 [label="a & c", lp="254.5,44.399", pos="e,293.14,35.899 218.83,35.899 236.26,35.899 262.75,35.899 282.95,35.899"];
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3 -> 3 [label="1\\n{0}", lp="402.5,88.899", pos="e,410.17,52.19 394.83,52.19 392.98,62.288 395.54,71.899 402.5,71.899 406.96,71.899 409.61,67.955 410.45,62.465"];
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4 -> 3 [label="!a", lp="358.5,44.399", pos="e,384.42,35.899 329.92,35.899 342.58,35.899 359.64,35.899 374.05,35.899"];
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4 -> 4 [label=a, lp="311.5,80.399", pos="e,319.52,52.19 303.48,52.19 301.55,62.288 304.22,71.899 311.5,71.899 316.16,71.899 318.93,67.955 319.82,62.465"];
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labelloc=t,
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lheight=0.21,
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lp="196.5,196.66",
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lwidth=1.14,
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rankdir=LR
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];
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node [height="",
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label="\\N",
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pos="",
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shape=circle,
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style="",
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width=""
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];
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edge [label="",
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lp="",
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pos=""
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];
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I [height=0.013889,
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label="",
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pos="1,49.162",
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style=invis,
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width=0.013889];
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1 [height=0.5,
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label=1,
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pos="56,49.162",
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width=0.5];
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I -> 1 [pos="e,37.942,49.324 1.1549,49.324 2.6725,49.324 15.097,49.324 27.628,49.324"];
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1 -> 1 [label="!a & !c\\n{0}",
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lp="56,100.32",
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pos="e,62.379,66.361 49.621,66.361 48.319,76.181 50.445,85.324 56,85.324 59.472,85.324 61.604,81.752 62.398,76.677"];
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0 [height=0.5,
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label=0,
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pos="189,121.16",
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width=0.5];
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1 -> 0 [label="a & b & !c",
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lp="122.5,113.82",
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pos="e,171.82,115.02 70.135,60.558 76.501,65.71 84.4,71.688 92,76.324 114.85,90.263 142.72,102.89 162.53,111.19"];
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2 [height=0.5,
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label=2,
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pos="189,34.162",
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width=0.5];
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1 -> 2 [label="a & !c",
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lp="122.5,64.823",
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pos="e,174.09,44.491 73.626,53.241 93.026,57.118 125.9,61.52 153,54.324 157.19,53.213 161.39,51.47 165.37,49.466"];
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3 [height=0.5,
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label=3,
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pos="375,34.162",
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width=0.5];
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1 -> 3 [label=c,
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lp="240.5,9.8235",
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pos="e,359.03,25.984 66.028,34.328 72.163,25.634 81.128,15.425 92,10.324 114,0 275.42,0.3271 310,7.3235 323.76,10.107 338.24,15.942 349.94,21.478"];
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0 -> 0 [label="b\\n{0}",
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lp="189,172.32",
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pos="e,197.63,137.24 180.37,137.24 178.11,147.47 180.99,157.32 189,157.32 194.26,157.32 197.3,153.08 198.14,147.27"];
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2 -> 1 [label="!a & !c\\n{0}",
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lp="122.5,35.324",
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pos="e,68.596,36.184 172.36,26.591 166.44,24.064 159.55,21.586 153,20.324 126.38,15.197 117.5,11.13 92,20.324 86.432,22.331 81.123,25.651 76.398,29.343"];
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2 -> 2 [label="a & !c",
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lp="189,77.824",
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pos="e,197.63,50.24 180.37,50.24 178.11,60.474 180.99,70.324 189,70.324 194.26,70.324 197.3,66.082 198.14,60.273"];
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2 -> 3 [label="!a & c",
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lp="292,105.82",
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pos="e,363.94,48.712 202.25,46.94 217.46,61.618 244.99,85.026 274,94.324 289.24,99.207 295.12,100.21 310,94.324 329.12,86.764 345.87,70.495 357.43,56.803"];
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4 [height=0.5,
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label=4,
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pos="292,34.162",
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width=0.5];
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2 -> 4 [label="a & c",
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lp="240.5,41.824",
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pos="e,273.78,34.324 207.13,34.324 222.59,34.324 245.58,34.324 263.59,34.324"];
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3 -> 3 [label="1\\n{0}",
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lp="375,85.324",
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pos="e,382.03,50.988 367.97,50.988 366.41,60.949 368.75,70.324 375,70.324 379,70.324 381.4,66.475 382.2,61.092"];
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4 -> 3 [label="!a",
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lp="333.5,41.824",
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pos="e,356.85,34.324 310.18,34.324 320.81,34.324 334.69,34.324 346.8,34.324"];
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4 -> 4 [label=a,
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lp="292,77.824",
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pos="e,299.03,50.988 284.97,50.988 283.41,60.949 285.75,70.324 292,70.324 296,70.324 298.4,66.475 299.2,61.092"];
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}
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subgraph cluster_gv1 {
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graph [bb="",
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label="a U b",
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lp="83,91.5"];
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I_gv1 [label="", height="0.013889", pos="271.5,162.1", style=invis, width=0];
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"1_gv1" [label=1, height="0.5", pos="328.5,162.1", width="0.5"];
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"0_gv1" [label=0, height="0.72222", peripheries=2, pos="414.5,162.1", width="0.72222"];
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I_gv1 -> "1_gv1" [pos="e,310.29,162.1 272.14,162.1 275.06,162.1 287.55,162.1 300.02,162.1"];
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"1_gv1" -> "1_gv1" [label="a & !b", lp="328.5,206.6", pos="e,334.88,179.13 322.12,179.13 320.82,188.95 322.94,198.1 328.5,198.1 331.97,198.1 334.1,194.52 334.9,189.45"];
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"1_gv1" -> "0_gv1" [label=b, lp="369.5,170.6", pos="e,392.32,162.1 346.74,162.1 357.03,162.1 370.2,162.1 382.19,162.1"];
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"0_gv1" -> "0_gv1" [label=1, lp="414.5,210.6", pos="e,422.51,182.68 406.49,182.68 405.39,192.94 408.05,202.1 414.5,202.1 418.63,202.1 421.21,198.34 422.24,192.94"];
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labelloc=t,
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lheight=0.21,
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lp="80.5,88.5",
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lwidth=0.43,
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rankdir=LR
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];
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node [height="",
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label="\\N",
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peripheries="",
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pos="",
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shape=circle,
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style="",
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width=""
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];
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edge [label="",
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lp="",
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pos=""
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];
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I_gv1 [height=0.013889,
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label="",
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pos="261,156.16",
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style=invis,
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width=0.013889];
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"1_gv1" [height=0.5,
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label=1,
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pos="316,156.16",
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width=0.5];
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I_gv1 -> "1_gv1" [pos="e,297.94,156.16 261.15,156.16 262.67,156.16 275.1,156.16 287.63,156.16"];
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"1_gv1" -> "1_gv1" [label="a & !b",
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lp="316,199.66",
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pos="e,322.38,173.2 309.62,173.2 308.32,183.02 310.44,192.16 316,192.16 319.47,192.16 321.6,188.59 322.4,183.51"];
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"0_gv1" [height=0.72222,
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label=0,
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peripheries=2,
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pos="399,156.16",
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width=0.72222];
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"1_gv1" -> "0_gv1" [label=b,
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lp="355.5,163.66",
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pos="e,376.81,156.16 334.18,156.16 343.61,156.16 355.6,156.16 366.64,156.16"];
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"0_gv1" -> "0_gv1" [label=1,
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lp="399,203.66",
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pos="e,406.68,177.15 391.32,177.15 390.37,187.25 392.93,196.16 399,196.16 402.89,196.16 405.34,192.5 406.35,187.22"];
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}
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}
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#+end_example
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@ -214,21 +312,21 @@ ltl2tgba -Hm '(Ga -> Gb) W c'
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HOA: v1
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name: "(Gb | F!a) W c"
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States: 5
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Start: 0
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Start: 1
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AP: 3 "b" "a" "c"
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acc-name: Buchi
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Acceptance: 1 Inf(0)
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properties: trans-labels explicit-labels
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--BODY--
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State: 0
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[0&1&!2] 1
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[!1&!2] 0 {0}
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State: 0 {0}
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[0] 0
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State: 1
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[0&1&!2] 0
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[!1&!2] 1 {0}
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[1&!2] 2
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[2] 3
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State: 1 {0}
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[0] 1
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State: 2
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[!1&!2] 0 {0}
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[!1&!2] 1 {0}
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[1&!2] 2
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[!1&2] 3
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[1&2] 4
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@ -250,8 +348,8 @@ and single-line output:
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ltl2tgba -Htl 'a U b' '(Ga -> Gb) W c'
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#+END_SRC
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#+RESULTS:
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: HOA: v1 name: "a U b" States: 2 Start: 0 AP: 2 "a" "b" acc-name: Buchi Acceptance: 1 Inf(0) properties: trans-labels explicit-labels trans-acc deterministic --BODY-- State: 0 [1] 1 [0&!1] 0 State: 1 [t] 1 {0} --END--
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: HOA: v1 name: "(Gb | F!a) W c" States: 5 Start: 0 AP: 3 "b" "a" "c" acc-name: Buchi Acceptance: 1 Inf(0) properties: trans-labels explicit-labels trans-acc --BODY-- State: 0 [0&1&!2] 1 [!1&!2] 0 {0} [1&!2] 2 [2] 3 State: 1 [0] 1 {0} State: 2 [!1&!2] 0 {0} [1&!2] 2 [!1&2] 3 [1&2] 4 State: 3 [t] 3 {0} State: 4 [!1] 3 [1] 4 --END--
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: HOA: v1 name: "a U b" States: 2 Start: 1 AP: 2 "a" "b" acc-name: Buchi Acceptance: 1 Inf(0) properties: trans-labels explicit-labels trans-acc deterministic --BODY-- State: 0 [t] 0 {0} State: 1 [1] 0 [0&!1] 1 --END--
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: HOA: v1 name: "(Gb | F!a) W c" States: 5 Start: 1 AP: 3 "b" "a" "c" acc-name: Buchi Acceptance: 1 Inf(0) properties: trans-labels explicit-labels trans-acc --BODY-- State: 0 [0] 0 {0} State: 1 [0&1&!2] 0 [!1&!2] 1 {0} [1&!2] 2 [2] 3 State: 2 [!1&!2] 1 {0} [1&!2] 2 [!1&2] 3 [1&2] 4 State: 3 [t] 3 {0} State: 4 [!1] 3 [1] 4 --END--
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* LBTT output
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